if y2:1/2 and r

Recall that Theorem 4.4d was an integral analogue of Theorem 4.1 e with appropriately chosen functions A, B, C and D. Theorem 4.1f was a special case of Theorem 4. le with C(z) = 1, D(O) = 0 and the normalization h(O) = 0 removed. We can obtain the following integral analogue of this theorem by choosing